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Every single past GCSE Question by topic

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Every single past GCSE Question by topic

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MathsBot Countdown Timer The MathsBot Countdown timer is one of many excellent GCSE resources, ideal for revision on Jonathan Hall’s MathsBot. Corbett Maths Revision 1st Class Maths Practice P…

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Ultimate GCSE Foundation Revision Question Booklet

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Ultimate GCSE Foundation Revision Question Booklet

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Revision sessions on key topics for both Higher and Foundation

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100 Days to Go Revision Sessions - Corbettmaths

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Welcome to the Corbettmaths 100 Days to Go Revision Sessions! Every day at 3pm, a new revision video will be shared on YouTube and then uploaded here.

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Complete bank of past papers for exam boards - along with Mark Schemes

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Complete bank of past papers for exam boards - along with Mark Schemes

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GCSE Exam Papers for the 3 main exam boards.

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Revision questions from the exam board - week 1 .

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Accompanying Question Booklet and Answers Ultimate Higher Question Booklet Ultimate Higher Booklet Answers Revision Checklists Edexcel Higher Video Times
Intro - 00:00:00

Adding Fractions - 00:03:13

Multiplying Fractions - 00:06:21

Dividing Fractions - 00:07:30

Reciprocals - 00:09:16

Arithmetic with Decimals - 00:10:56

Fractions Decimals Percentages - 00:13:24

Recurring Decimals to Fractions - 00:17:20

Significant Figures - 00:21:17

Use of a Calculator - 00:24:02

Estimation - 00:26:39

Best Buys - 00:28:57

Currency - 00:31:03

Conversion Graphs - 00:32:21

Indices - 00:34:07

Laws of Indices - 00:35:41

Negative Indices - 00:37:45

Fractional Indices - 00:39:47

LCM - 00:47:45

HCF - 00:48:23

Product of Primes - 00:49:10

Applying Product of Primes - 00:51:44

LCM & HCF (Product of Primes) - 00:56:10

Standard Form - 00:59:52

Expressing as a Percentage - 01:14:23

Percentages of Amounts NC - 01:15:43

Percentages of Amounts Calc - 01:17:50

Percentages greater than 100% - 01:19:17

Percentage Change - 01:21:03

Simple Interest - 01:22:03

Compound Interest 1 - 01:23:13

Multipliers - 01:25:14

Compound Interest 2 - 01:27:41

Growth and Decay - 01:29:10

Finance - 01:30:46

Reverse Percentages - 01:31:41

Simplifying Ratio - 01:33:46

Ratio 1:n - 01:35:16

Forming Ratio - 01:36:58

Ratio and Fractions - 01:38:00

Sharing in a Ratio - 01:40:37

Given One Quantity - 01:42:17

Two Ratios - 01:43:50

Ratios and Equations - 01:46:22

Direct Proportion - 01:49:23

Proportional Graphs 1 - 01:52:14

Inverse Proportion - 01:52:50

Proportional Graphs 2 - 01:56:30

Proportion - Time - 01:56:56

Rounding - High/Low - 01:58:10

Error Intervals - 02:00:42

Upper/Lower Bounds - 02:05:33

Applying Bounds - 02:07:01

Surds - 02:10:33

Rationalising the Denominator 1 - 02:18:13

Rationalising the Denominator 2 - 02:21:15

Product Rule for Counting - 02:23:52

Angles in Polygons - 02:26:41

Angles in Parallel Lines - 02:32:32

Bearings - 02:35:52

Back Bearings - 02:41:46

Constructions - 02:44:27

Loci - 02:51:12

Views - 02:55:00

Speed, Distance, Time - 02:57:20

Distance-Time Graphs - 03:02:16

Density - 03:04:14

Pressure - 03:07:23

Popultation Density - 03:08:51

Parts of the Circle - 03:10:46

Circumference - 03:11:39

Perimeter of a Semi-Circle - 03:13:37

Arc Length - 03:16:09

Area of a Trapezium - 03:17:29

Area of Compound Shapes - 03:18:29

Area of a Circle - 03:19:39

Area of a Semi-Circle - 03:21:16

Area of a Sector - 03:22:07

Volume of a Prism - 03:23:07

Volume of a Cylinder - 03:24:22

In Terms of Pi - 03:25:28

Volume of a Cone - 03:27:53

Volume of a Pyramid - 03:28:36

Volume of a Sphere - 03:29:07

Volume of a Frustum - 03:29:47

Surface Area - 03:32:26

Surface Area of a Cylinder - 03:34:41

Surface Area of a Cone - 03:37:01

Surface Area of a Sphere - 03:38:19

Units (Area and Volume) - 03:38:47

Imperial Units - 03:42:01

Pythagoras - 03:43:19

Trigonometry - 03:46:32

Exact Trig Values - 03:52:56

3D Pythagoras - 03:54:23

3D Trigonometry - 03:56:59

Sine Rule - 04:00:15

Ambiguous Case - 04:05:28

Cosine Rule - 04:10:55

1/2abSinC - 04:16:21

Area of a Segment - 04:17:19

Translations - 04:19:41

Rotations - 04:20:57

Reflections - 04:22:22

Enlargements - 04:26:51

Negative Scale Factors - 04:28:59

Invariant Points - 04:31:11

Similar Shapes - 04:32:36

Congruent Triangles - 04:33:57

Similar Shapes (area and Volume) - 04:36:39

Circle Theorems - 04:40:34

Geometric Proof - 04:50:46

Column Vectors - 04:54:34

Vectors - 04:59:29

Collecting Like Terms - 05:05:17

Substitution - 05:06:09

Laws of Indices - 05:08:16

Expanding Brackets - 05:09:48

Expanding 2 Brackets - 05:11:03

Expanding 3 Brackets - 05:14:17

Factorisation - 05:16:25

Factorising Quadratics - 05:17:30

Factorising Harder Quadratics - 05:21:28

Difference Between 2 Squares - 05:28:52

Equations - Letters Both Sides - 05:33:04

Forming Equations - 05:35:08

Solving Quadratics - 05:38:29

Quadratic Formula - 05:42:47

Completing the Square - 05:46:21

Changing the Subject - 05:50:03

Algebraic Fractions - 05:54:37

Equations - Algebraic Fractions - 06:05:42

Identities - 06:12:23

Drawing Linear Graphs - 06:15:58

Midpoint of a Line - 06:17:22

Coordinates and Ratio - 06:18:32

Length of a Line - 06:21:04

Gradient - 06:22:45

Equation of a Line - 06:25:57

Parallel Lines - 06:33:23

Perpendicular Lines - 06:35:15

Real-Life Graphs - 06:38:02

Simultaneous Equations - 06:40:13

Graphical Solutions - 06:50:30

Non-Linear Simultaneous Eqns - 06:53:51

Equation of a Circle - 06:57:32

Equation of a Tangent - 06:58:28

Rates of Change - 07:02:36

Area Under a Graph - 07:07:22

Composite Functions - 07:14:00

Inverse Functions - 07:17:51

Quadratic Graphs - 07:19:36

Solving Quadratics Graphically - 07:21:28

Sketching Quadratics - 07:24:54

Intersection Points - 07:28:53

Graphical Solutions - 07:31:37

Reciprocal Graphs - 07:37:28

Cubic Graphs - 07:40:52

Exponential Graphs - 07:43:53

Trig Graphs - 07:46:30

Transforming Graphs - 07:48:31

Completing the Square Quadratics - 07:53:47

Solving Inequalities - 07:56:31

Inequalities on a Number Line - 07:59:34

Graphical Inequalities - 08:03:10

Quadratic Inequalities - 08:09:04

Iteration - 08:14:47

Triangular Numbers - 08:22:33

Fibonacci - 08:23:06

nth Term - 08:23:59

Quadratic nth Term - 08:29:25

Geometric Progressions - 08:33:07

Algebraic Proof - 08:36:32

Frequency Trees - 08:40:51

Two-way Tables - 08:41:44

Composite Bar Charts - 08:43:28

Pie Charts - 08:45:01

Scatter Graphs - 08:51:02

Frequency Polygons - 08:54:23

Mode from Frequency Tables - 08:56:47

Mean from Frequency Tables - 08:57:29

Median from Frequency Tables - 08:58:42

Combined Mean - 08:59:36

Estimated Mean - 09:02:04

Modal Class - 09:04:53

Class containing the Median - 09:05:17

Linear Interpolation - 09:07:43

Stem and Leaf - 09:11:08

Quartiles - 09:13:04

Cumulative Frequency - 09:15:30

Box Plots - 09:21:50

Histograms - 09:24:24

Probability - 09:44:36

Not Happening - 09:45:33

Expectation - 09:46:02

Relative Frequency - 09:47:06

Tree Diagrams - 09:48:51

Independent Events - 09:53:11

Tree Diagram (Conditional) - 09:54:37

Conditional Probability - 09:59:08

Venn Diagrams - 10:01:38

Samples - 10:07:21

Capture Recapture - 10:09:20

Summary - 10:12:43

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Ultimate GCSE Higher Maths Revision Video and Booklet

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The Ultimate GCSE Higher Maths Revision Video and Booklet - Edexcel AQA OCR - Corbettmaths

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They expect you to be able to use your calculator for all of the links on this page

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The videos in the playlist give student-facing walkthroughs on how to get the very most out of your calculator in your GCSE Maths exam. They cover a range of…

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Sparx independent learning codes for revision topics

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Video on how maths is used in Fantasy Football

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Nutritionist

Toral Shah is a Nutritional Scientist (MSc Nutr Med), Integrative Medicine Practitioner, Food and Health writer and Consultant, as well as the Founder of The Urban Kitchen. Maths plays a key role in Toral's daily life. Watch her interview to find out how she uses maths to optimise her patients health and prevent major diseases like cancer.

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All content beyond this point is for the higher tier only.

Copyright © Maths Genie. Maths Genie Limited is a company registered in England and Wales with company number 14341280. Registered Office: 143 Lynwood, Folkestone, Kent, CT19 5DF.

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Free online GCSE video tutorials, notes, exam style questions, worksheets, answers for all topics in Foundation and Higher GCSE. The content is suitable for the Edexcel, OCR and AQA exam boards.

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Tasks for week 2

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Higher Question practice For using Formula sheet 

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Higher Question practice For using Formula sheet 

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Accompanying Question Booklet and Answers Ultimate Foundation Question Booklet Ultimate Foundation Booklet Answers Revision Checklists Edexcel Foundation AQA Foundation OCR Foundation Video Times
Intro - 00:00:00

Words & Figures - 00:03:39

Addition - 00:04:37

Subtraction - 00:05:10

Multiplication - 00:05:48

Division - 00:06:44

Order of Operations - 00:07:28

Rounding - 00:09:49

Significant Figures: - 00:11:55

Rounding Highest/Lowest - 00:17:20

Estimation - 00:19:52

Ordering Decimals - 00:23:54

Arithmetic with Decimals - 00:25:25

Negative Numbers - 00:30:26

Arithmetic with Negatives - 00:31:31

Multiplying/Dividing Negatives - 00:33:08

Place Value - 00:34:38

Inequality Signs - 00:35:43

Using Calculations - 00:37:11

Multiples - 00:38:52

Common Multiples - 00:39:42

LCM - 00:40:47

Factors - 00:41:27

Common Factors - 00:43:04

HCF - 00:44:13

Prime Numbers - 00:45:13

Square Numbers - 00:45:51

Squaring Numbers - 00:46:59

Square Roots - 00:48:33

Cube Numbers - 00:49:49

Cube Roots - 00:50:31

Index Notation - 00:51:39

Laws of Indices - 00:53:14

Negative Indices - 00:56:17

Product of Primes - 00:57:20

Applying Product of Primes - 00:59:54

LCM/HCF using Product of Primes - 01:04:19

Standard Form - 01:08:01

Fractions of Amounts - 01:21:23

Expressing as a Fraction - 01:22:36

Fractions of Shapes - 01:23:13

Equivalent Fractions - 01:24:22

Simplifying Fractions - 01:25:30

Ordering Fractions - 01:27:43

Adding Fractions - 01:29:44

Subtracting Fractions - 01:33:13

Multiplying Fractions - 01:34:03

Dividing Fractions - 01:35:19

Fractions, decimals, Percentages - 01:37:33

Expressing as a Percentage - 01:40:12

Percentage of an Amount (No Calc) - 01:41:39

Percentage of an Amount (Calc) - 01:43:54

Percentages greater than 100% - 01:45:21

Increasing/Decreasing by a Percentage - 01:47:08

Percentage Change - 01:49:53

Simple Interest - 01:50:53

Compound Interest Part 1 - 01:52:03

Multipliers - 01:54:04

Compound Interest Part 2 - 01:56:30

Reverse Percentages - 01:58:00

Simplifying Ratio - 02:00:05

Ratio 1:n - 02:01:35

Forming Ratio - 02:03:17

Ratio and Fractions - 02:04:19

Sharing in a Ratio - 02:06:56

Ratio - given one quantity - 02:08:36

Two Ratios - 02:10:08

Ratios and Equations - 02:12:41

Unitary Method - 02:15:43

Exchange Rates - 02:16:34

Recipes - 02:17:52

Proportion - 02:20:41

Direct Proportion 1 - 02:22:06

Inverse Proportion 1 - 02:23:12

Direct Proportion 2 - 02:23:58

Inverse Proportion 2 - 02:24:55

Proportion - Time - 02:25:41

Money - 02:26:55

Finance - 02:28:30

Best Buys - 02:29:14

Use of a Calculator - 02:31:19

Error Intervals - 02:33:10

Types of Angles - 02:38:01

Measuring and Drawing Angles - 02:38:44

Measuring Lines - 02:40:15

Angle Facts - 02:40:55

Angles in a Triangle - 02:43:57

Angles in a Quadrilateral - 02:45:05

Angles in Polygons - 02:46:00

Angles in Parallel Lines - 02:51:51

Scales - 02:55:13

Compass Directions - 02:56:38

Maps - 02:58:17

Bearings - 02:59:12

Back Bearings - 03:05:07

Perimeter on a Grid - 03:07:47

Perimeter - 03:08:36

Area on a Grid - 03:09:43

Area of a Rectangle - 03:10:13

Area of a Triangle - 03:11:00

Area of a Parallelogram - 03:12:18

Area of a Trapezium - 03:13:04

Area of Compound Shapes - 03:14:03

Units - 03:15:14

Sensible Estimates - 03:16:02

Imperial Units - 03:17:10

Line Symmetry - 03:19:20

Rotational Symmetry - 03:19:56

Constructions - 03:20:59

Loci - 03:27:44

2D Shapes - 03:31:32

Regular/Irregular Polygons - 03:32:58

Types of Triangle - 03:32:30

Quadrilaterals - 03:33:14

3D Shapes - 03:34:55

Edges, Faces, Vertices - 03:35:17

Nets - 03:36:00

Parallel and Perpendicular Lines - 03:36:36

Views - 03:37:05

Time Calculations - 03:39:56

Timetables - 03:41:57

Distance Charts - 03:43:34

Speed, Distance, Time - 03:44:43

Distance-time Graphs - 03:47:00

Density - 03:48:58

Pressure - 03:52:06

Translations - 03:53:35

Rotations - 03:55:40

Reflections - 03:57:05

Enlargements - 04:01:35

Parts of a Circle - 04:06:22

Circumference - 04:07:33

Perimeter of a Semi-Circle - 04:09:12

Arc Length - 04:11:44

Area of a Circle - 04:13:04

Area of a Semi-Circle - 04:14:42

Area of a Sector - 04:15:33

Pythagoras - 04:16:33

Trigonometry - 04:19:46

Exact Trig Values - 04:26:10

Congruence - 04:27:38

Similar Shapes - 04:28:19

Congruent Triangles - 04:29:43

Volume of a Cuboid - 04:32:29

Volume of a Prism - 04:33:12

Volume of a Cylinder - 04:34:27

In terms of Pi - 04:35:33

Volume of a Cone - 04:37:58

Volume of a Pyramid - 04:38:41

Volume of a Sphere - 04:39:12

Surface Area - 04:39:53

Surface Area of a Cylinder - 04:42:07

Surface Area of a Cone - 04:44:28

Surface Area of a Sphere - 04:45:45

Metric Units for Area - 04:46:13

Metric Units for Volume - 04:48:12

Column Vectors - 04:49:35

Vectors - 04:54:30

Algebraic Notation - 04:55:40

Writing Expressions - 04:56:42

Collecting Like Terms - 04:57:37

Multiplying Terms - 04:58:30

Laws of Indices - 04:59:05

Expanding Brackets - 05:00:38

Expanding Two Brackets - 05:03:04

Factorisation - 05:06:18

Factorising Quadratics - 05:08:37

Solving Quadratics - 05:13:04

Difference Between 2 Squares - 05:15:54

Substitution - 05:18:58

Solving Equations - 05:22:08

Letters Both Sides - 05:25:39

Forming Equations - 05:27:43

Solving Inequalities - 05:31:05

Inequalities (number line) - 05:35:17

Inequalities - 05:39:26

Changing the Subject - 05:40:38

Identities - 05:43:45

Function Machines - 05:44:58

Coordinates: 05:45:14

Drawing Linear Graphs - 05:46:22

Midpoint of a Line - 05:48:33

Length of a Line - 05:49:43

Gradient - 05:51:24

Equation of a Line - 05:54:36

Parallel Lines - 06:02:03

Real-Life Graphs - 06:02:40

Conversion Graphs - 06:04:51

Quadratic Graphs - 06:06:38

Reciprocal Graphs - 06:13:43

Cubic Graphs - 06:17:07

Sequences - 06:19:23

Generating Sequences - 06:22:11

Patterns - 06:23:18

Fibonacci - 06:24:38

nth Term - 06:25:34

Arithmetic/Geometric Progressions - 06:31:10

Simultaneous Equations - 06:33:08

Graphical Solutions - 06:43:25

Tally Charts - 06:47:54

Frequency Trees - 06:47:42

Two-Way Tables - 06:48:35

Pictograms - 06:50:23

Bar Charts - 06:51:39

Dual Bar Charts - 06:53:16

Composite Bar Charts - 06:55:15

Line Graphs - 06:56:50

Pie Charts - 06:58:03

Probability Scale - 07:05:35

Probability - 07:07:00

Not Happening - 07:10:50

Expectation - 07:11:33

Relative Frequency - 07:12:36

Listing Outcomes - 07:15:26

Sample Spaces - 07:16:53

Scatter Graphs - 07:18:16

Stem and Leaf - 07:20:41

Mode - 07:23:02

Median - 07:23:24

Mean - 07:24:48

Range - 07:25:36

Mode from a Frequency Table - 07:26:14

Mean from a Frequency Table - 07:26:56

Median from a Frequency Table - 07:28:44

Combined Mean - 07:30:31

Estimated Mean - 07:33:08

Modal Class - 07:36:42

Class containing the Median - 07:37:13

Frequency Polygons - 07:39:37

Venn Diagrams - 07:42:05

Tree Diagrams - 07:47:55

Reading Tables - 07:52:16

Samples - 07:53:33

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Ultimate GCSE Foundation Maths Revision Video and Booklet

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The Ultimate GCSE Foundation Maths Revision Video and Booklet - Edexcel AQA OCR - Corbettmaths

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Independent Learning codes for Higher Revision checklist

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Nutritionist

Toral Shah is a Nutritional Scientist (MSc Nutr Med), Integrative Medicine Practitioner, Food and Health writer and Consultant, as well as the Founder of The Urban Kitchen. Maths plays a key role in Toral's daily life. Watch her interview to find out how she uses maths to optimise her patients health and prevent major diseases like cancer.

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Click on the link to aid your revision

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Nutritionist

Toral Shah is a Nutritional Scientist (MSc Nutr Med), Integrative Medicine Practitioner, Food and Health writer and Consultant, as well as the Founder of The Urban Kitchen. Maths plays a key role in Toral's daily life. Watch her interview to find out how she uses maths to optimise her patients health and prevent major diseases like cancer.

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Angles: compass directions Video 27b Practice Questions

Area: quarter-circle Video 47a Practice Questions

Averages: combined mean Video 53a Practice Questions Textbook Exercise

Averages: mode (frequency table) Video 56a

Averages: range (frequency tables) Video 57a

Averages: Quartiles Video 57b Practice Questions

Circles: perimeter - quarter-circle Video 62a Practice Questions

Circle theorems proof: right angle in a semi-circle Video 65a Practice Questions

Circle theorems proof: angles at circumference\centre Video 65b Practice Questions

Circle theorems proof: angles in the same segment Video 65c Practice Questions

Circle theorems proof: cyclic quadrilaterals Video 65d Practice Questions

Circle theorems proof: alternate segment theorem Video 65e Practice Questions

Circle theorems proof: radius and tangent proof Video 65f Practice Questions

Circle theorems proof: Textbook Exercise

Constructions: loci part 3 Video 77 Practice Questions Textbook Exercise

Coordinates: 3D Video 86 Practice Questions

Data handling cycle Video 89 Practice Questions

Dimensional analysis Video 97 Practice Questions

Division: long division Video 98a

Enlargements: ray method Video 109 Practice Questions

Equations: involving fractions Video 111 Practice Questions Textbook Exercise

Equations: x squared Video 116a Practice Questions

Equations: Think of a number Video 116b Practice Questions

Factorisation: splitting the middle Video 119a Textbook Exercise

Factorisation: difference of 2 squares Video 120 Practice Questions Textbook Exercise

Fractions: finding the midpoint Video 141a Practice Questions

Graphs composite bar charts Video 148a

Graphs: dual bar charts Video 148b

Graphs: misleading graphs Video 160a

Graphs: real life linear graphs Video 171a

Linear graphs: real life Video 198a

Money - See Video 400 or click here for collection

Multiplication: grid method Video 199 Practice Questions Textbook 1 Textbook 2

Multiplication: column method Video 200 Practice Questions Textbook 1 Textbook 2

Multiplication: times tables Video 204a Textbook Exercise

Number: odd and even numbers Video 221a Practice Questions

Number: product of primes (squares/cubes) Video 223a Practice Questions Textbook

Percentages: simple interest Video 236a Practice Questions Textbook Exercise

Proportion: unitary method Video 255a Practice Questions Textbook Exercise

Proportion: Graphs Video 255b

Proportion: Time Video 255c

Pythagoras: area of a regular hexagon Video 262 Practice Questions

Quadratic graphs: sketching using key points Video 265 Textbook Exercise

Quadratic graphs: finding turning point Video 265a Practice Questions

Quadratic graphs: line of symmetry Video 265b

Quadratics: solving (factorising) Video 266 Practice Questions Textbook 1 Textbook 2

Quadratics: solving graphically Video 267c Practice Questions Textbook Exercise

Quadratics: solving graphically advanced Video 267d Practice Questions

Questionnaires Video 268 Practice Questions

Ratio: express as fractions or % Video 269a Practice Questions Textbook Exercise

Ratio: given two ratios Video 271a Textbook Exercise

Ratio: difference between Video 271b Textbook Exercise

Ratio: expressing as 1:n Video 271c Textbook Exercise

Ratio: equations/ratios Video 271d

Ratio: solving problems 1 Video 271e Textbook Exercise

Sampling: using samples Video 281a

Sampling: random Video 282 Practice Questions

Scales and maps Video 283 Practice Questions

Sequences: nth term for fractional sequences Video 289 Textbook Exercise

Similar shapes: definition Video 291 Practice Questions

Similar shapes: further Video 294 Practice Questions

Simultaneous equations (substitution, both linear) Video 296 Practice Questions

Simultaneous equations (graphical) Video 297 Textbook Exercise

Surface area: mixture Video 309 Practice Questions

Surface area: other prisms Video 312

Transformations: mixture Practice Questions

Transformations of graphs Video 323 Practice Questions

Transformations of trigonometric graphs Video 324 Practice Questions

Trigonometry: sine rule (ambiguous case) Video 334a Textbook Exercise

Trigonometry: area of a triangle Video 337 Proof Practice Questions Textbook Exercise

Types of data: primary & secondary Video 343a Practice Questions Textbook Exercise

Types of graph: cubics Video 344 Practice Questions

Types of graph: exponential Video 345 Practice Questions

Types of graph: reciprocal Video 346 Practice Questions

Types of graph: mixture

Units: types of metric and imperial unit Video 347 Practice Questions

Units: Converting imperial units for length Video 348a Practice Questions

Units: Converting imperial units for mass Video 348b Practice Questions

Units: Converting imperial units for capacity Video 348c Practice Questions

Units: metric to imperial (length) Video 349d Practice Questions

Units: metric to imperial (mass) Video 349e Practice Questions

Units: metric to imperial (capacity) Video 349f Practice Questions

Vectors Video 353 Practice Questions

Views: front/side elevation and plan view Video 354 Practice Questions

Volume: Frustum Video 360a Textbook Exercise

Additional Topics

Flow Charts Video 364 Practice Questions

Geometric Proof Video 366

Identities: Equating coefficients Video 367 Practice Questions

Identities, Formula, Equations etc Video 367a Practice Questions

Intersecting Chord Theorem Video 368a Practice Questions

Intersecting Secant Theorem Video 368b Practice Questions

Quadratic graph (completing the square) Video 371

Equation of a Tangent to a Circle Video 372 Practice Questions

Iteration Video 373 Practice Questions

Iterative Processes Video 373a

Change of Sign Video 373a Practice Questions

Arithmetic progressions Video 374

Geometric progressions Video 375

Set notation Video 379

Venn Diagrams Video 380 Practice Questions

Shortest distance from point to a line Video 381 Textbook Exercise

Time series Video 382

Population Density Video 384a Practice Questions

Invariant Points Video 392 Textbook Exercise

Simultaneous Equations (3 Unknowns) Video 393 Textbook Exercise

Measuring Lines Video 397 Practice Questions

Drawing Lines Video 397a Practice Questions

Money: Coins Video 400a Practice Questions

Money: Change Video 400b

Money: Buying Video 400c Practice Questions

Money: Regular Payments Video 400d Practice Questions

Money: Bills Video 400e

Money: Discounts Video 400f Practice Questions

Money: VAT Video 400g Practice Questions

Money: Wages Video 400h Practice Questions

Money: Bank Statements Video 400i Practice Questions

Money: Tax Video 400j Practice Questions

Money: Cost per kg Video 400k Practice Questions

Money: Cost per litre Video 400l Practice Questions

Money: Cost per metre Video 400m Practice Questions

Money: Reading meters Video 400n

Money: Profit Video 400p Practice Questions

Money: Greatest/Maximum Video 400q Practice Questions

Money: Estimation Video 400r Practice Questions

Money: Midpoint Video 400s Practice Questions

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Videos, Practice Questions and Textbook Exercises on every Secondary Maths topic

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Higher practice paper - 1 question each topic

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Higher practice paper - 1 question each topic

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Foundation Question Paper - 1 question each topic

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Foundation Question Paper - 1 question each topic

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Nutritionist

Toral Shah is a Nutritional Scientist (MSc Nutr Med), Integrative Medicine Practitioner, Food and Health writer and Consultant, as well as the Founder of The Urban Kitchen. Maths plays a key role in Toral's daily life. Watch her interview to find out how she uses maths to optimise her patients health and prevent major diseases like cancer.

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KS3 Maths learning resources for adults, children, parents and teachers.

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Seneca covers OCR, AQA, WJEC, Edexcel, Eduqas and iGCSE. All the courses are exam board specific and written by senior examiners & industry experts. You can create multiple classes, invite your students via email or a class code and set homework. Each assignment will show you the student's grade, study time and number of attempts.

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Seneca covers OCR, AQA, WJEC, Edexcel, Eduqas and iGCSE. All the courses are exam board specific and written by senior examiners & industry experts. You can create multiple classes, invite your students via email or a class code and set homework. Each assignment will show you the student's grade, study time and number of attempts.

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Nutritionist

Toral Shah is a Nutritional Scientist (MSc Nutr Med), Integrative Medicine Practitioner, Food and Health writer and Consultant, as well as the Founder of The Urban Kitchen. Maths plays a key role in Toral's daily life. Watch her interview to find out how she uses maths to optimise her patients health and prevent major diseases like cancer.

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You might already be thinking about your future, but have you thought about the part maths could play? No matter how the world changes, maths will always be at the heart of life.

Find out how maths plays a part in your everyday activities, and how studying maths can open up a world of opportunities!

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You might already be thinking about your future, but have you thought about the part maths could play? No matter how the world changes, maths will always be at the heart of life. Quite simply, maths not only helps you understand the world, it also opens up a world of opportunities!

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6. Product Engineer

Want to make something round in a factory? From tin cans to ball bearings, there are plenty of products which are round. A product engineer works in manufacturing to make production possible and they need to use Pi to get their calculations correct.

7. Artist or sculptor

Some artists and sculptors like to focus on using geometrical forms in their work. Sculptors may use Pi when they are making works of art based on the circle, as this allows them to estimate the volume of material needed. Having a deep understanding of geometry can be a big advantage for an artist. Would you use Pi if you wanted to create a sculpture like this?

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Want to make something round in a factory? From tin cans to ball bearings, there are plenty of products which are round. A product engineer works in manufacturing to make production possible and they need to use Pi to get their calculations correct. Some artists and sculptors like to focus on using geometrical forms in their work.

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Around the world, from primary to higher education, mathematics remains one of the most constant subjects. Studying maths is far more than just an essential part of school, it helps you develop skills in logical thinking, problem-solving and decision making, which, if you're expert in, are highly valued by employers across all job sectors.

Thanks to the growing reliability businesses and organisations place on technology, data, and economic efficiency, those with a skill in dealing with numbers and applying logic to situations are highly in-demand. In fact, by the year 2028, the US Bureau of Labor Statistics predicts that the job market for aspiring mathematicians will grow by a staggering 33 percent - much faster than for all other occupations.

With this in mind, careers in mathematics are not only highly respected and in-demand, but potentially highly lucrative too. If you're considering studying Maths at university, discover where a passion for mathematics could lead you with our list of 12 of the most-demand math careers.

What Careers Use Mathematics?

Mathematics is a subject that we use in our daily lives, no matter what career path we choose. From calculating budgets for department costs, to working out how much spare change we have to pick-up lunch from our favourite coffee shop - we unknowingly use maths throughout our adulthood.

With that being said, there are lots of math careers that rely on the subject's logic and expertise every single day, and will require a higher level of knowledge. A mathematics degree can lead you in two separate directions: for some, they may choose to stick with academia and pursue careers in Mathematics as researchers or tutors, while others may work in a diverse range of math related jobs, using the skills and knowledge they have learnt in their education to apply to daily operations in a business or organisation.

Professionals who have these skills are highly desirable, particularly with their ability to apply their technical mathematical skills to a range of problems and scenarios. This can be across any sector, as long as the career demands your expertise and interests. For example, those with an interest in technology may pursue careers as data scientists, software developers, or even programmers. While those with an interest in the healthcare industry may find themselves working as auditors or medical scientists. There are so many Math careers to choose from!

Unsurprisingly, these impeccable skills that Mathematicians yield are highly desirable and in-demand across all industries, which has led to an influx of in-demand job roles for graduate students who have studied mathematics.

Let's take a look at 12 of the most in-demand careers in Mathematics.

1. Auditor

Recently, demand for auditors, or those with a skill to inspect and understand financial accounts have soared. New changes in financial declarations mean many companies no longer required to have a statutory audit. As such, over the years those pursuing degrees in Mathematics have moved away from training for such roles and math careers.

However, in the past couple of years it has come to light that for those that still require auditing services, there is now a shortage of those who are able to provide an auditing service. This means a huge gap between the number of auditors available and the companies that require their expertise, meaning those with the skills are highly in-demand.

Being an auditor is a specialist role, one which requires you to review the accounts of companies to ensure their financial statements are legal and valid. You will be required to inspect yearly or quarterly accounts, to ensure all the money going in and out of the firm is being recorded and processed correctly.

The role of an auditor can also be an advisory one, where you could work with companies to recommend risk aversion measures and suggest some cost saving measures. This can be carried out as an in-house role, working in the finance department of a company, or as a self-employed auditor, which advises several clients throughout the year. The options are there to choose from.

2. Software Developer

Did you know that approximately 21% of all jobs in the Technology sector are for developers? With the world becoming increasingly reliant on digital technologies, the demand for software developers has soared in recent years, with the industry predicted to grow by around 10% in the next year in the UK.

The role of a software developer is best suited to those with a passion for problem solving and applying logic to scenarios. Much of the work you'll carry out will be finding solutions to a specific question or brief, and turning it into a fully-fledged product which operates without error.

This can be carried out almost in any industry; from internet technologies, to healthcare software and even gaming - you can apply your technical skills and expertise to a Math career in conjunction with something you're interested in and most importantly, passionate about!

3. Statistician

With the influx of new data being generated day-by-day, mainly down to an increasingly hyper-digitised world, it's no surprise that the demand for those with the skills needed to analyse and make sense of it has grown. In fact, the role of a statistician has been named as one of the fastest growing and top-paying for math related jobs, with demand for statisticians expected to grow by a striking 33% over the next five years.

The role of a statistician provides a whole range of benefits to almost every industry, helping them to improve their daily operations and processes, to make business decisions and predictions based on reliable inferences. Your day-to-day tasks could include designing surveys, experiments, and other tests to collect data, interpret it, and report conclusions.

Often these career opportunities are flexible, with lots of companies bringing in freelancers to help with short-term projects or quarterly/yearly projections. However, for larger corporate companies, you could find yourself working in-house, running large-scale projects to ensure smooth processes across the whole organisation.

4. Actuary

How long might someone need to be off work for their mental health? What is the chance of a property by the coastline being flooded each year? When companies need to determine the risk of certain events such as sickness, accidents, natural disasters or even death, they turn to an actuary.

The role of an actuary is to analyse the financial costs of risk and uncertainty, using statistics and mathematical theory to make accurate predictions. These predictions are then used to help businesses and clients develop different policies or terms and conditions to help minimise the cost of any of those risks. In this sense, actuaries are essential to the insurance industry and experts.

In terms of careers in Mathematics, being an actuary relies on you to have advanced knowledge of statistics and modelling, particularly by applying your skill to business software. When it comes to predicting long-term eventualities, you don't want to be leaving much room for error.

5. Financial Analyst

Working as a financial analyst is one of the most popular math careers, mainly due to the high-paying nature of the role. But one which comes with a lot of responsibility. Pursue a career as a financial analyst and you will be responsible for evaluating investment opportunities in banks, funds, insurance firms and other types of business.

Main duties include: evaluating current and historical financial data, examining economic and business trends, as well as meeting with company officials to advise and gain better insights into their future prospects. Financial analyst roles can take many forms, including: risk analysts, fund managers, and portfolio managers.

With careers for financial analysts being highly popular amongst mathematicians, it can be a hugely competitive industry, and one which can be tough to break into. When you can, spend your free time gaining work experience, learning about the industry, and even attending a Mathematics summer school to better improve your CV for the future.

6. Mathematics teacher or lecturer

Being a maths teacher in schools or as a lecturer at university can be highly rewarding. As a teacher, you have the ability to inspire students and open their eyes to the world of opportunities they can gain from a career in Mathematics.

Aside from inciting inspiration and teaching material to students, you'll also be responsible for some of the other roles which come with being a teacher, including: creating a curriculum, setting assignments and tasks, review work, and provide helpful feedback - doing everything you can to educate students and challenge them to make the most out of their course.

Alternatively, if you choose to pursue a career in higher education as a lecturer in Mathematics, you may also spend a portion of your time conducting research and publishing your findings in industry journals. This can be a great career path for graduates looking for careers in Mathematics which allow them to continue with their academia as they pursue a career.

7. Economist

For those looking for math related jobs whilst pursuing a wider interest in the world around you, a career as an Economist may be of interest to you. An economist is a mathematical expert who studies the relationship between a society's resources and its production or output. From small local communities to whole nations or even the global economy, your opinions and research in these fields can help shape a variety of policies, including tax laws, interest rates, trade agreements, and more.

The daily responsibilities of an economist are incredibly varied, and can include anything from research and data collection to presenting findings to businesses and governments to recommend solutions to economic problems.

Being an economist remains an in-demand role, with job opportunities expected to grow around roughly 6% over the next five years. As the global economy continues to grow, so too does its complexities, meaning demand for economic services and financial regulations will continue to increase.

8. Chartered Accountant

Being a chartered accountant offers a lot of opportunity for progression as well as high-earning potential, making it an incredibly in-demand career for aspiring mathematicians and graduates alike.

As a chartered accountant, you'll have many responsibilities, including providing financial advice, auditing accounts, and providing trustworthy insights about financial records. Working strategically, the ultimate goal of your job role is to maximise profitability for your client. This could involve everything from business auditing to taxation, and even insolvency, and could be carried out in a whole range of organisations.

Accountancy is a highly-skilled and highly-disciplined profession, which typically involves postgraduate training. As such, it continues to remain a highly in-demand career across the UK. In fact, research shows that by 2050, the country will need around 80,000 additional accountants to keep up with business growth.

9. Data Scientist

For students looking to apply their skills to an industry they're passionate about, then working towards a position as a data scientist can be one of the best Math related jobs to satisfy your interests.

As organisations continue to collect larger amounts of data in the running of their everyday lives, they are constantly seeking ways to improve their practices. From predicting what their customers may want to purchase to making more eco-friendly decisions, the role of a data scientist is to identify patterns in test results and suggest new and innovative ways to improve their processes.

The role of a data scientist isn't too dissimilar from the work of a statistician. However, while statisticians work to improve a single model revolving around data they have secured, data scientists will focus on comparing many different methods to develop the best outcome for a business.

As you can imagine, your central role will be to extract, analyse, and interpret data from a range of sources, drawing on the machine learning and data mining skills you have developed at university. You will then usually present this data more clearly, in a way that is accessible to businesses. As such, this makes data scientists highly lucrative to businesses, as they use their technical ability to analyse the current climate of a business, and make clear and concise suggestions based on what they've found.

10. Cryptographer

A Cryptographer is a technical expert who is responsible for developing security systems, created by complex algorithms, to encrypt sensitive data. This role is vitally important, ensuring that some of the most highly sensitive data in the modern world, including personal, business, and military data is stored away securely away from prying eyes.

With the increasing concern of cyber crimes being reported around the world, a math career as a Cryptographer is fast becoming an ever-more important role. You will need to have a thorough understanding of statistical models and theoretical algorithms, as well as up-to-date knowledge of IT security hardware and software.

Typical duties can vary between design and analysis. For example, you may be responsible for designing robust systems that are secure from hacking. Or, you could find yourself moving into the field as a Cryptanalyst, where you will work to decrypt information contained with cipher texts.

11. Mathematical Research Scientist

For those looking for math careers which will allow you to continue researching and engaging with your academia, then the role of a Research Scientist could be the perfect fit.

Although the work of a research mathematician is varied, the main premise involves producing original and abstract research which can be used to develop our understanding of complex numbers, and then apply them to businesses or the economy in general to solve problems. Applied research can contribute to the development of many businesses and financial pathways, making the role of a researcher highly in-demand and respectable.

Depending on what your interests are, you'll be able to undertake research into a diverse range of mathematical theories, including: algebra, differential equations, geometry, and numerical analysis.

12. Quantity Surveyor

With a growing economy comes a growing demand on the construction industry, which continues to boom in the 21st Century. Quantity surveyors play an essential role in construction development, and, with an expected 60% shortage of them around the world, they are currently a highly in-demand career opportunity.

A quantity surveyor is one of those math careers which requires accuracy, logic, and technical skill, but which is heavily grounded in the building industry. From initial calculations to the final figures, quantity surveys are responsible for managing all costs relating to building and civil engineering projects.

Your primary aim would be to minimise the costs on construction projects, while still being able to achieve the required legal standards, quality, and safety of a building project. Daily responsibilities could include preparing estimates and costs of the work, tracking any variations, and keeping track of deadlines and quality checks. With expert knowledge of the entire funding process, you'll be involved in every step of the project, seeing things from start to finish.

How Can I Prepare for These Math Careers?

As we've seen from some of the examples above, math related jobs can be highly competitive, especially for graduates looking to secure high-earning positions. Therefore, it's imperative that you undertake career planning and research from an early stage.

This could include:

Research the job roles that interest you the most

Build your networks, speaking with students and graduates wherever possible

Attend school or university career fairs and events

Get involved with relevant clubs and societies

Continue to pursue your interests outside of the classroom, with relevant entertainment

Attend a mathematics summer school

Joining a Mathematics Summer Course

The formula for success with a career in mathematics starts with an enriching summer school experience. Learning from world-class tutors in small groups in an inspiring university setting, there's never been a better opportunity to explore your future career opportunities and pursue a subject you're passionate about.

Each of our Mathematics courses run at 2-weeks in length and are available in the world-renowned university cities of Oxford and Cambridge. The perfect time and place for experiencing life away from home, meeting new people, and discovering more about a subject you love.

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Around the world, from primary to higher education, mathematics remains one of the most constant subjects. Studying maths is far more than just an essential part of school, it helps you develop skills in logical thinking, problem-solving and decision making, which, if you're expert in, are highly valued by employers across all job sectors.

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Converting Fraction to recurring decimal 

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Converting Fraction to recurring decimal 

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Converting mixed number to improper fraction 

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Converting mixed number to improper fraction 

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Converting Improper Fraction to mixed number

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Converting Improper Fraction to mixed number

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Various topics with self marking spreadsheets

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Maths worksheets - Randomly generated, self marking maths worksheets

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A huge collection of free maths worksheets to help you revise your maths. Each worksheet is randomly generated and self marking.